SOLUTION: A pendulum consists of a mass hanging at the end of a string which is 18cm long. Find the vertical height through which the mass rises and falls as the pendulum swings through 30

Algebra.Com
Question 1182465: A pendulum consists of a mass hanging at the end of a string which is 18cm long. Find the vertical height through which the mass rises and falls as the pendulum swings through 30 degree on each side of the vertical

Answer by ikleyn(52847)   (Show Source): You can put this solution on YOUR website!
.
A pendulum consists of a mass hanging at the end of a string which is 18cm long.
Find the vertical height through which the mass rises and falls as the pendulum
swings through 30 degree on each side of the vertical
~~~~~~~~~~~~~~~~~~

Let the level of the pendulum suspension point be 0 (zero).


Then the upper level of the mass is   = -18*cos(30°) =  cm.


     the lower level of the mass is   = -18 cm.


Vertical distance between these levels is  


     -  = 18*(1-cos(30°)) =  = 2.412 cm   (rounded).    ANSWER

Solved.



RELATED QUESTIONS

a pendulum consist of a mass hanging at the end of a string which is 18cm long. find the... (answered by ikleyn)
a pendulum consists of a mass hanging at the end of a string which is 18m long. find the... (answered by ikleyn)
A pendulum consists of a mass hanging at the end of a string which is 18 cm long. Find... (answered by Alan3354)
A pendulum is connected to a rope 3 m long, which is connected to a ceiling 4 m high. The (answered by ikleyn)
A pendulum is connected to a rope 3 m long, which is connected to a ceiling 4 m high. The (answered by MathLover1)
A string attached to a body of mass 4 kg which rests on a frictionless plane that is... (answered by Solver92311,ikleyn)
If a weight hanging on a string of length 5 feet swings through 4 degrees on either side... (answered by Alan3354)
A 3 kg mass is hanging from the end of a string. If a horizontal force of 12N pulls the... (answered by scott8148)
A pendulum is connected to a rope 3 m long, which is connected to a ceiling 4 m high. The (answered by ikleyn)